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Some empiricists (like J.S. Mill) say that "2+2=4" is based on sense experience. We find, for example, that when we count 2 flowers, and then 2 others, if we count them all together we count 4 flowers. Since we experience this again and again, we derive the general principle that "2+2=4."

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1 is wrong. Please try again.

Some empiricists (like J.S. Mill) say that "2+2=4" is based on sense experience. We find, for example, that when we count 2 flowers, and then 2 others, if we count them all together we count 4 flowers. Since we experience this again and again, we derive the general principle that "2+2=4."

Ayer sees "2+2=4" as certain. Nothing based on sense experience is certain. So "2+2=4" isn't based on sense experience.

Suppose we count 2 flowers, and then 2 others, and then count 5 all together. Would we conclude that here 2+2=5? Surely not! We'd conclude that we miscounted or that additional flowers were produced the last time. Since "2+2=4" is true by definition, no possible observations could show it to be false.

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2 is correct!

Some empiricists (like J.S. Mill) say that "2+2=4" is based on sense experience. We find, for example, that when we count 2 flowers, and then 2 others, if we count them all together we count 4 flowers. Since we experience this again and again, we derive the general principle that "2+2=4."

    { 1 } - Ayer agrees.
    { 2 } - Ayer disagrees.

Ayer sees "2+2=4" as certain. Nothing based on sense experience is certain. So "2+2=4" isn't based on sense experience.

Suppose we count 2 flowers, and then 2 others, and then count 5 all together. Would we conclude that here 2+2=5? Surely not! We'd conclude that we miscounted or that additional flowers were produced the last time. Since "2+2=4" is true by definition, no possible observations could show it to be false.

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